{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "##  方法一"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "Markdown格式下，直接粘贴\n",
    "路径是相对路径，不能是绝对路径。不能改变图形大小"
   ]
  },
  {
   "attachments": {
    "image.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 方法二"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "Markdown格式下：![title](1.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![方法二](1.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 方法三"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<img src='1.png', width=100>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%%html\n",
    "<img src='1.png', width=100>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 方法四"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 4,
     "metadata": {
      "image/png": {
       "height": 100,
       "width": 100
      }
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from IPython.display import Image\n",
    "Image(filename = '1.png', width=100, height=100)\n",
    "# Image(url= \"http://my_site.com/my_picture.jpg\", width=100, height=100)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 方法五"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "![title](https://gitee.com/lhqer/python_Intermediate_teacher/raw/master/%E5%85%B6%E4%BB%96/1.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![title](https://gitee.com/lhqer/python_Intermediate_teacher/raw/master/%E5%85%B6%E4%BB%96/1.png)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.3"
  },
  "toc": {
   "base_numbering": 1,
   "nav_menu": {},
   "number_sections": true,
   "sideBar": true,
   "skip_h1_title": false,
   "title_cell": "Table of Contents",
   "title_sidebar": "Contents",
   "toc_cell": false,
   "toc_position": {
    "height": "calc(100% - 180px)",
    "left": "10px",
    "top": "150px",
    "width": "213.333px"
   },
   "toc_section_display": true,
   "toc_window_display": true
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
